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Numerical Mathematics
Contents
--------------->>> Numerical Computing <<<---------------
Numbers (decimal, binary, octal, hexadecimal)
Root finding and taylor series
Bisection program
--------------->>> Interpolations <<<---------------
Operators (forward, backward, central and mean)
Newton's formula
Lagrange formula
Non-linear equations and Newton-Jacobian method
Power product and difference
Gaussian interpolation formula
Solution of homogeneous linear equations (first and high order)
Bassage method of linear 2nd order equation
SPLine
--------------->>> Numerical Integration Methods <<<---------------
Pascal steps
Simpson and Romberg methods
Sequences (T, S, C, D, E)
--------------->>> Solution of Differential Equations <<<---------------
Trapisoidal, Heun and Simpson rules
Rung-Kutta method (1st, 2nd methods 4-equation, 5-equation)
Gill, Merson, England, Hamming-predictor/corrector methods